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For each set of matrix dimensions (M, N, P) and each selected matrix
type, an 3#3-by-4#4 matrix A and a 528#528-by-4#4 matrix B are generated.
The problem dimensions are as follows:
| 16#16 |
3#3-by-4#4 |
| 97#97 |
528#528-by-4#4 |
| 64#64 |
4#4-by-4#4 |
| 132#132 |
3#3-by-3#3 |
| 245#245 |
528#528-by-528#528 |
The tests for the GSV path are as follows:
- Compute the Generalized Singular Value Decomposition using xGGSVD,
and compute the test ratios
| 300#300 |
301#301 |
529#529 |
|
| 304#304 |
301#301 |
530#530 |
|
| 307#307 |
301#301 |
531#531 |
|
| 309#309 |
301#301 |
532#532 |
|
| 382#382 |
301#301 |
533#533 |
|
| 383#383 |
301#301 |
534#534 |
|
where 289#289 and 290#290 are ``diagonal'' matrices, and form the generalized
singular pairs of the matrices 16#16 and 97#97, and 477#477 represents
xLAMCH('P').
Next: Input File for Testing
Up: Testing the Generalized Singular
Previous: Test Matrices for the
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Susan Blackford
2001-08-13